Example: barber

Sensorless Field Oriented Control of 3-Phase Permanent ...

ApplicationReportSPRABQ3 July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsBilalAkin andManishBhardwajABSTRACTT hisapplicationreportpresentsa solutiontocontrola permanentmagnetsynchronousmotor(PMSM) , ,it is possibletorealizefarmoreprecisedigitalve ctorcontrolalgorithmslikethefieldorienta tedcontrol(FOC).Thisalgorithm simplementationis widerangeofspeedsandtakesintoconsiderati ontorquechangeswithtransientphasesbyproc essinga : A theoreticalbackgroundonfieldorientedmoto rcontrolprinciple Incrementalbuildlevelsbasedonmodularsoft wareblocks (FOC).. ControllersforDigitalMotorControl(DMC).. 107 TILiteratureandDigitalMotorControl(DMC) ( ).. Three-PhaseSynchronousMotorWitha ,andtheRotorFluxProducesa (FluxandTorqueareIndependentlyControlled andtheCurrentThroughtheRotorWindingsDete rminesHowMuchTorqueis Produced).

The sinusoidal voltage waveform applied to this motor is created by using the space vector modulation technique. The minimum amount of torque ripple appears when driving this sinusoidal BEMF motor with sinusoidal currents. 2 Sensorless Field Oriented Control of 3-PhasePermanent Magnet SPRABQ3– July 2013 Synchronous Motors Submit Documentation ...

Tags:

  Motor, Voltage

Information

Domain:

Source:

Link to this page:

Please notify us if you found a problem with this document:

Other abuse

Advertisement

Transcription of Sensorless Field Oriented Control of 3-Phase Permanent ...

1 ApplicationReportSPRABQ3 July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsBilalAkin andManishBhardwajABSTRACTT hisapplicationreportpresentsa solutiontocontrola permanentmagnetsynchronousmotor(PMSM) , ,it is possibletorealizefarmoreprecisedigitalve ctorcontrolalgorithmslikethefieldorienta tedcontrol(FOC).Thisalgorithm simplementationis widerangeofspeedsandtakesintoconsiderati ontorquechangeswithtransientphasesbyproc essinga : A theoreticalbackgroundonfieldorientedmoto rcontrolprinciple Incrementalbuildlevelsbasedonmodularsoft wareblocks (FOC).. ControllersforDigitalMotorControl(DMC).. 107 TILiteratureandDigitalMotorControl(DMC) ( ).. Three-PhaseSynchronousMotorWitha ,andtheRotorFluxProducesa (FluxandTorqueareIndependentlyControlled andtheCurrentThroughtheRotorWindingsDete rminesHowMuchTorqueis Produced).

2 44 StatorCurrentSpaceVectorandItsComponenti n (a,b,c)..65 StatorCurrentSpaceVectorandItsComponents in ( , ) andin thed, ,VoltageandRotorFluxSpaceVectorsin thed,qRotatingReferenceFrameandTheirRela tionshipWitha,b,cand( , ) , July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsSubmitDoc umentationFeedbackCopyright 2013, ,Ta,Tb, ,Tb, - andB Voltagesbyvolt1 Module, , ,andPhaseA andB - ,MeasuredthetaandPhaseA andB - ,Estimatedtheta(SMO), - andB Currents,CalculatedPhaseA voltage , andB Currents,CalculatedPhaseA voltage , - brushlessPMSM hasa woundstator,a permanentmagnetrotorassembly, ,efficientheatdissipation, ,theeliminationofbrushesreducesnoise, solutiontocontrola ,consistingoffewersystemcomponents, a July2013 SynchronousMotorsSubmitDocumentationFeed backCopyright 2013, is ,therefore, motordimensionswhilemaintaininga Three-PhaseSynchronousMotorWitha OnePermanentMagnetPairPoleRotor3 SynchronousMotorOperation ,thestatorwindingscreatea ,it is necessarytocontrolthestatorcurrents.

3 ,therotorusuallyconsistsofwindingsin whicha designedforthenumberofdesiredpoles,andth edesiredfluxgradients. Theinteractionbetweenthestatorandrotorfl uxesproducesa firmlymountedtotheframe,andtherotoris freetorotate,therotorwillrotate,producin ga usefulmechanicaloutput. finetuningis neededafterclosingthespeedloopusingthese nsorlessalgorithmin ordertodrawtheminimumamountofcurrentunde rthesamespeedandtorqueconditions. Therotatingstatorfieldmustrotateatthesam efrequencyastherotorpermanentmagneticfie ld;otherwise, lessthanoptimaltorqueproduction,andexces sivemechanicalvibration,noise, ,if therotorinertiapreventstherotorfrombeing abletorespondtotheseoscillations,theroto rstopsrotatingatthesynchronousfrequency, phenomenonknownas pull-out . Thisis alsothereasonwhythesynchronousmachineis notselfstarting.

4 Theanglebetweentherotorfieldandthestator fieldmustbeequalto90 ordertogeneratetherightstatorfield. July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsSubmitDoc umentationFeedbackCopyright 2013,TexasInstrumentsIncorporatedArmatur e CircuitUeie( )FInductor (fieldexcitation)(E, R)TemUMT= K..= f(I )emeFF WF= K..IEWR otor FieldStator fieldA BC AB CNSFFF ieldOrientedControl(FOC) ,andtheRotorFluxProducesa TorqueThatCausestheMotortoRotate4 FieldOrientedControl(FOC) ,a ,advancedcontrolstrategiescanbeimplement ed,whichusesmathematicaltransformationsi n ordertodecouplethetorquegenerationandthe magnetizationfunctionsin commonlycalledrotorfluxorientedcontrol, ,startwithanoverviewoftheseparatelyexcit eddirectcurrent(DC) ,theexcitationforthestatorandrotoris (themagnitudeofthefieldexcitationcurrent ) incontactwiththebrushes,andthemechanical constructionis (FluxandTorqueareIndependentlyControlled andtheCurrentThroughtheRotorWindingsDete rminesHowMuchTorqueisProduced)

5 ,thereis onlyonesourcethatcanbecontrolled,whichis , ,theonlysourceofpowerandmagneticfieldis ,asopposedtotheDCmotor, July2013 SynchronousMotorsSubmitDocumentationFeed backCopyright 2013,TexasInstrumentsIncorporated2iiiiab caa=++ismiR Sq YTBB emstatorrotor= (FOC)ThegoaloftheFOC(alsocalledvectorcon trol)onthesynchronousandasynchronousmach ineis toimitatetheDCmotor s , ,it is necessarytoengageseveralmathematicaltran sforms,andthisis turnimpliesthattheentirealgorithmcontrol lingthemotorcanbeexecutedata fastrate, ,a dynamicmodelofthemotoris accountedforandtheoverallqualityofcontro lis ,thetorqueproducedin thesynchronousmachineis equaltothevectorcrossproductofthetwoexis tingmagneticfields:Thisexpressionshowsth atthetorqueis maximumif thestatorandrotormagneticfieldsareorthog onal,meaningif youaretomaintaintheloadat90.

6 If youareabletoensurethisconditionallthetim e,if youareabletoorientthefluxcorrectly,youre ducethetorquerippleandensurea ,theconstraintis toknowtherotorposition:thiscanbeachieved witha notaccessible, ,thegoalis tomaintaintherotorandstatorfluxin quadrature;thegoalis toalignthestatorfluxwiththeq axisoftherotorflux,forinstance, ,thestatorcurrentcomponentin quadraturewiththerotorfluxis controlledtogeneratethecommandedtorque,a ndthedirectcomponentis somecasesforfieldweakening,whichhastheef fectofopposingtherotorflux,andreducingth eback-emf, basedonprojectionsthattransforma threephasetimeandspeeddependentsystemint oa twocoordinate(dandqcoordinates) structuresimilartothatofa :thetorquecomponent(alignedwiththeqco-or dinate)andthefluxcomponent(alignedwithd co-ordinate).AsFOCis simplybasedonprojections, everyworkingoperation(steadystateandtran sient) ,theFOCsolvestheclassicschemeproblemsin thefollowingways: Theeaseofreachingconstantreference(torqu ecomponentandfluxcomponentofthestatorcur rent) Theeaseofapplyingdirecttorquecontrolbeca usein the(d,q)referenceframetheexpressionofthe torqueis:Bymaintainingtheamplitudeofther otorflux( R) ata fixedvalue,youhavea linearrelationshipbetweenthetorqueandtor quecomponent(iSq).

7 ,currents,andfluxesoftheAC-motorscanbean alyzedin , ,ib, icaretheinstantaneouscurrentsin thestatorphases,thecomplexstatorcurrentv ectoris definedby:5 SPRABQ3 July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsSubmitDoc umentationFeedbackCopyright 2013,TexasInstrumentsIncorporated1233iis aiiisabab= =+ cba=aiSabiSiSbciaaa2icaibbiS23jeaP=423je aP=FieldOrientedControl(FOC) , (a,b,c)where,(a,b,c) stillneedstobetransformedintoa : (a,b,c) ( , ) (theClarketransformation),whichoutputsa twocoordinatetimevariantsystem ( , ) (theClarketransformation),whichoutputsa (a,b,c) ( , ) Projection(ClarkeTransformation)Thespace vectorcanbereportedin anotherreferenceframewithonlytwoorthogon alaxiscalled( , ).Assumingthataxisa andaxis arein thesamedirection, ( , ) twodimensionorthogonalsystemispresentedb elow:Thetwophase( , ) July2013 SynchronousMotorsSubmitDocumentationFeed backCopyright 2013,TexasInstrumentsIncorporatedcossins incosiiisdssiiisqssqqabqqab=+ -+ ba= (FOC) ( , ) (d,q)Projection(ParkTransformation)Thisi s themostimportanttransformationin ,thisprojectionmodifiesa twophaseorthogonalsystem( , ) in thed, youconsiderthed axisalignedwiththerotorflux,Figure6 shows,forthecurrentvector, ( , ) andinthed,qRotatingReferenceFramewhere, is :Thesecomponentsdependonthecurrentvector ( , ) componentsandontherotorfluxposition;if youknowtherightrotorfluxpositionthen,byt hisprojection,thed,qcomponentbecomesa (time-invariant).

8 Atthispoint,thetorquecontrolbecomeseasie rwhereconstantisd(fluxcomponent)andisq(t orquecomponent) July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsSubmitDoc umentationFeedbackCopyright 2013,TexasInstrumentsIncorporatedqPIPISV PWMVDCVS refaVS refb3-phaseInvertera b,a b,d,qa,bClarke Park ,qa b, andis . Thesetwocomponentsofthecurrentaretheinpu tsoftheParktransformationthatprovidethec urrentin thed, (thefluxreference)andisqref(thetorqueref erence).Atthispoint,thiscontrolstructure showsaninterestingadvantage:it synchronouspermanentmagneta motor ,therotorfluxis fixeddeterminedbythemagnets; ,whencontrollinga PMSM, rotorfluxcreationin ordertooperate, classic ; refandVs ref, whicharethecomponentsofthestatorvectorvo ltagein the( , ) (synchronousorasynchronousmachine).

9 Therotorfluxpositionconsiderationsaredis cussedin ,if thereis anerrorin thisvariabletherotorfluxis showsthe(a,b,c),( , ) and(d,q) referenceframes,andthecorrectpositionoft herotorflux,thestatorcurrentandstatorvol tagespacevectorthatrotateswithd, July2013 SynchronousMotorsSubmitDocumentationFeed backCopyright 2013,TexasInstrumentsIncorporatedba= ,VoltageandRotorFluxSpaceVectorsinthed,q RotatingReferenceFrameandTheirRelationsh ipWitha,b,cand( , ) StationaryReferenceFrameThemeasureofther otorfluxpositionis differentif youconsidersynchronousorasynchronousmoto rs: Inthesynchronousmachine,therotorspeedis (rotorfluxposition)is directlymeasuredbypositionsensororbyinte grationofrotorspeed. Intheasynchronousmachine,therotorspeedis notequaltotherotorfluxspeed(thereis a slipspeed),thenit needsa particularmethodtocalculate.

10 Thebasicmethodis theuseofthecurrentmodelwhichneedstwoequa tionsofthemotormodelind, , , resultofthistransformation(socalledParkt ransformation),theq-axiscurrentwillbecon trollingthetorquewhilethed-axiscurrentis ,thekeymoduleofthissystemis July2013 SensorlessFieldOrientedControlof3-PhaseP ermanentMagnetSynchronousMotorsSubmitDoc umentationFeedbackCopyright 2013,TexasInstrumentsIncorporatedwr*wrPI iSqrefiSqPIPIiSdref++iSdVSqrefVSdrefInv. refbVS VoltageReconstructionPMSMTMS320F2803xSli ding-ModeBasedRotorPositionEstimatorSpee dCalculatorBased onEstimatedRotorPositionqqqiSaiSbVSaVSbi SaiSb* Reference variable+Benefitsof32-BitC2000 ControllersforDigitalMotorControl(DMC) depictedin ControllersforDigitalMotorControl(DMC)Th eC2000familyofdevicespossesthedesiredcom putationpowertoexecutecomplexcontrolalgo rithmsalongwiththerightmixofperipheralst ointerfacewiththevariouscomponentsoftheD MChardwareliketheanalog-to-digitalconver ter(ADC),enhancedpulsewidthmodulator(ePW M),QuadratureEncoderPulse(QEP),enhancedC apture(ECAP), , (librariesandapplicationsoftware)andhard ware(applicationkits)


Related search queries